This is an online scale ruler that could be calibrated to actual size and the scale ratio is variable that could be set by yourself, you can set the scale ratio according to your needs, eg. 1:4, 1:8, 1:12, 1:16, 1:24, 1:32, 1:48, 1:64, 1:96, 1:128 ...etc. scale with imperial units, inches(in), feet(ft), yards(yd) and miles(mi). In order to let get you the most accurate measurement the length, we strongly recommend that you calibrate the ruler first, set the actual pixels per inch to your own device. If this ruler is useful to you, maybe your friends need it too, welcome to share it.
Dragging ruler adjuster left or right to fit the size of your reference object, remember to save the setting for next time, after save the setting, refresh your brower to check the result. On the most popular browsers you can press the F5 key or click on the refresh button.
If you would like calculate the scale length or real length, we have a scale conversion calculator, it can help you quickly and easily calculate the scale length, welcome to try it.
A scale ruler a tool for measuring distances and transferring measurements at a fixed ratio of length; eg. architect's scale or engineer's scale.
An Architect's or scale ruler is designed for use in determining the actual dimensions of a distance on a scaled drawing. Most architectural, construction and engineering drawings and blueprints are scaled to allow for large areas, structures or items to conveniently fit on a reasonable size of paper.
Our virtual scale ruler has variable ratio, it could be set the ratio by yourself, eg. 1:4 (3"=1'-0"), 1:8 (1 1⁄2"=1'-0"), 1:12 (1"=1'-0"), 1:16 (3⁄4"=1'-0"), 1:24 (1⁄2"=1'-0"), 1:32 (3⁄8"=1'-0"), 1:48 (1⁄4"=1'-0"), 1:64 (3⁄16"=1'-0"), 1:96 (1⁄8"=1'-0"), 1:128 (3⁄32"=1'-0")... The upper half of this scale ruler is the actual length; the lower half is the length calculated by the ratio.
We couldn't possibly fit the true measurements of a new house or a new design for a playground onto a piece of paper. It's important that the drawing is measured accurately using the scale. The measurements must make a exact copy of thereal object/building but in a smaller size like a replica of a car.
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